| 再谈“一类矩形面积最值问题”的初等解法 |
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| 引用本文： | 朱恒杰.再谈“一类矩形面积最值问题”的初等解法[J].山东教育学院学报,2010,25(6):12-14. |
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| 作者姓名： | 朱恒杰 |
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| 作者单位： | 山东淄博市教学研究室,山东淄博255030 |
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| 摘 要： | 通过简要回顾《美国数学月刊》2004年1月问题11057的研究及进展,指出其＂对偶＂问题结论存在的缺失,并加以更正和完善;同时,对其提出的＂类比＂问题给出了存在性证明,并且对结论是否存在具体表达式进行了有意义的探索,提出自己的看法.
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| 关 键 词： | 矩形面积 最值问题 初等解法 |
Talk about Elementary proot"Class of Reetangular Area the most Value Problem" |
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| Zhu Hengjie.Talk about Elementary proot"Class of Reetangular Area the most Value Problem"[J].Journal of Shandong Education Institute,2010,25(6):12-14. |
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| Authors: | Zhu Hengjie |
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| Institution: | Zhu Hengjie(Shandong Prorince ZiBo city Teaching Laboratory,ZiBo 255030,China) |
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| Abstract: | By reviewing the research and development of the Problem11057.Amer.Math.monthly.111（2004）：64 briefly,this article will point out that the conclusion of the ＂symmetry＂exists some mistakes and the existence of the ＂analogy＂will be also proved.Moreover,wheather the conclusion has the specific expressions will be further analysed.The writer will put forward his own opinion,either. |
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| Keywords: | A rectangular area The most value problem Elementary |
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